{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Populating the interactive namespace from numpy and matplotlib\n"
     ]
    }
   ],
   "source": [
    "import tensorflow as tf\n",
    "from donkey import Donkey\n",
    "from model import Model\n",
    "from meta import Meta\n",
    "%pylab inline"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "path_to_eval_tfrecords_file = 'data/test.tfrecords'\n",
    "batch_size = 16"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "meta = Meta()\n",
    "meta.load('data/meta.json')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "image_batch, length_batch, digits_batch = Donkey.build_batch(path_to_eval_tfrecords_file, batch_size=batch_size, num_examples=meta.num_test_examples, shuffled=False)\n",
    "length_logits, digits_logits = Model.inference(image_batch, drop_rate=0.0)\n",
    "length_predictions = tf.argmax(length_logits, axis=1)\n",
    "digits_predictions = tf.argmax(digits_logits, axis=2)\n",
    "digits_batch_string = tf.reduce_join(tf.as_string(digits_batch), axis=1)\n",
    "digits_predictions_string = tf.reduce_join(tf.as_string(digits_predictions), axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "sess = tf.InteractiveSession()\n",
    "coord = tf.train.Coordinator()\n",
    "threads = tf.train.start_queue_runners(coord=coord)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "restorer = tf.train.Saver()\n",
    "checkpoint_path = tf.train.latest_checkpoint('logs/train')\n",
    "restorer.restore(sess, checkpoint_path)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "length_predictions_val, digits_predictions_string_val, image_batch_val = sess.run([length_predictions, digits_predictions_string, image_batch])\n",
    "image_batch_val = (image_batch_val / 2.0) + 0.5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "idx = 7\n",
    "image_val = image_batch_val[idx]\n",
    "length_prediction_val = length_predictions_val[idx]\n",
    "digits_prediction_string_val = digits_predictions_string_val[idx]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "length: 2\n",
      "digits: 58101010\n"
     ]
    },
    {
     "data": {
      "image/png": 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2OK8O9+/jtUq/uyNvuXO4aYns+3Y0auJ9BLBGpjeo98JFGJzFLXrf14oiz+Ke3XPZbz3y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\n"
     },
     "output_type": "display_data",
     "metadata": {}
    }
   ],
   "source": [
    "imshow(image_val)\n",
    "print 'length: %d' % length_prediction_val\n",
    "print 'digits: %s' % digits_prediction_string_val"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "coord.request_stop()\n",
    "coord.join(threads)\n",
    "sess.close()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 2",
   "language": "python",
   "name": "python2"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2.0
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}